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4%,7.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
8%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAHa0lEQVR4nO3abYicVxUH8N/OTPYl2d2kyZpq2qxJ6oei0W6jgVJMvlRqC1XaKFWwsYhQpYW+gKmUKqIihSKKYAv9IEL7oVbFjykupUlqEqxBrGlSwaZJu2k2SXeyu9md3dmZnZ3HD3eefWbyPjuzpuL84TIw++yZe/73nv8599yHFlpooYUWWmihhRZaaKGFFv7/0Ha1J1BBqmrEKFeNRUN6MY3XgfS67evWjX9m/GHXKTniTNXf5hbzh1OXf6Rue/XaTCGzdWDrrs39m38gZZdrrUDnAu3VhUwTbKQqdqonG2/dkivbwqnn33h+WN71xjE2bzODYhPmeFE0SkAG7b7uFhl3Kmk3Zo8/2y9MfKbyWbqspdd9xXJ3OOmg4uLGfTUaEcHg/INe0GabPuTxHnL2GnS/WTnkXJqEeLWXSrZ9WSAvJnDRCGlEBNt903bLPO5WUn0pUXcU3Diu3zKzTnpLcDwOhegCdiJhIarDpojZyvhQimBYtWv8zHqWpZd59uZn9ZR6wtS7EPkeegVKLhdqsdPTVWPGIqdAFq4BgYAZfcpM56Y9/drTJs9OMoIPcALB+XaJSF7KoUXP+RdCYyI4ab8ht0bFyNGpo8H5f2MveN/52eFDh0YIKHvXk8btMipE8nHsnv/7LyXi919f2StFIyKYctykHv+Us80RHBEil5/gAEYxgSlB0C4kglcVjaTBdiHGe7FSn3VmLJUzKojYhISAac0raFLnfDakHY0QkBJI6BSIiAWPsO2nhRqgmbk8UzViAkpqU21daCQEosoPzqlNY1NVY0bY+s1yvt237bDVoE+53yonHDV8znzqCrNGT4ORWgKKKKhd9WY4n8KStgfafp7qTT0ebYho02PEPZY55JThyjziUZfhZqC6gqtW/maqfyZKRQ+u/vRqT2x+gh4sQdlDgg51qg2NKzPahIlV5/nFamiEwmuaU6OnPLXvKd4Rxuka/al7QRshoPrImrFCRoeM06gVpgUL1HmY9Hv73KsDb+IQUl5qxGQjpXC7L1ljte/r8ICc4GIaU35nyK/8zbuac6oLIbbTDp9VNOk+Q+AXyvZK0mzd9heSBoPz97lbjxddi48KEVjCGN4VCuFRO/zFH6k5Fi+EhDjldmOF5JBVrtidwLgF1Bv1ZoEwkW+4w3J/sImu/i4DPQPWZtaamZuRT+eDQHVi1O2ucdywY4I6x5pQb0UYPx+n3YKkzogrzbwFVJv1EpC2Ra91/m4jXau6PNr/qLtuuEt7sV1+Km+sMGa2PBuebsNZXzTjT6ZqukML2QUxcXG2KUhqjdj5uu3WqwEZ/bbpwioGMgO62roMHhp0ePSwk4WTSnOlpMXRXfmFa9zjtN+4eH1wpW3xmLyi2lKYBepLPQQE1e9xvz7MEc1Gdh/b7djkMdliVqFcUCqXkk04J+4G3IuXhC3bLonT6kzSbrmMs/O/d6FMUu1oU2qM+gnI+JwlYTpHCkekS2kTsxOK5aJyVBZFUbJus8JGnbRGbXMkU3ki42s2WenH5nzBtLBz0t73vh96xSvCrpmuzOHyzdU6UW8IpBRl5a1RIBtlpUtpUTkKI4qSwjg4zhlkldQeYgKZ3/KwTk/pR59Q2eVwwvVyfutOr9rnIRPGJQerppJQjwim0GGdDdJuthxlwfG5KDmKzFameVZIha+j4K/YVfk2rOZ2d+vxTOaWjE1rN1nftd5EaUJBIWSQHmStt1y/9+wVHI9r/ab1FeopHUMxkvWiE0LymRFWuvoIFHcCTuOweL1eVt0av1GnHi+4iS2rtnhs02NuXHaj3rlebeVKabIEH0fZl91gQG293zTUWzuX7PGWolcdFkqPs4LDE0IRNIIhHKx8hj7RQdVFyoDbdZDqTVmVXmXnmzsNDg8aLgyLSlEibymhw9xpu5BTFnTguRTqYTM+8c14wyM22uMfVvpYZTqzQpSeERqjx6k8/1OBqnjPlKXdpIdyqezAmQPyxbxsMatcKtceauOyZtbnBQImXFmH+YpR73YKBAzJyrvNBk867avSlQlP4pgQDryG53BKaI3FIpYyp9scigxFQ5SElY8dLwnOTwnUjetWm0GahnqNxUXItBEfGPEjfZ7T6zazNsjJKBkWpC8rOD1eGfFZoF3e28aRJ2qLkr0Vr3qcQUaEI++Ygxapvb4QNuN7u5Dts2ZknVJ7A1SSSGJO7U1PxgmDluA6dDi/r5QTLlfeFnSFnRapxb6Qlljk/CnHzk4Ja3e2MiYlzsfpq82wkvXWGrNRl6Saj/fLSfwLb1H59tcCFWMSMW1KKmz0FZmkqLn0+wHVq5ZBtxX63OJlkU9YXfnPaYGAd3B0/vnvCLJ6ShJWMw3Oex7NfEfo3Pi82FZNCemsW8ZKAx6R8t35mmJEkEz24xmJ41lJJmlaNXi1XpLKiElghSVW+ohPmrPGpJy8IdH8hUosorHzTX1j5Gq+JRaTsJTzGptx+Jx7Xd50Ebzar8klR+Hzr9HjlBuPRbk+v9oEUNsMuVhD5EN7u9xCCy200EILLbTwP4v/API3Ak3cYdrdAAAAAElFTkSuQmCC) 31 31, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
48%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAHhElEQVR4nO3aXYycVRkH8N/MzkyXfrGUFtutlK8NmIASippIsAQlQUBiSAh6IRdeUIzxxgRDgvHKC2MIJpBAolyamJCYNPiBEVEUtFLTSqFSaFNg29Ld7W7p7rY7s/P5jhfnffedXZp2d2aWJXH+yclM3jnv+XjO8/yfjzP00EMPPfTQQw//r8is9AJiZOOWfI/i71HL92XBSgsgi9yClgggQh3V+HNZBLGSAggbvs+QAQ+72PeV4l+mvWDcs162FyWUBUF0XSNWSgA5FDzkR/o8ZjM2xE9nMI5hVO2210NGnDZfEF3DSgggi34Pe0K/79qOiwQlr6MibPMMDmDaiFfcpehU/LQc9+wK+ro10BKQ9y07rPGkL3HxRRfbsWqHbbapVWpmGjNByZuCYEats0afEW+gFrekR8fIXrjLosc5F5mdq1/BJr9wDesK6zxy9SNu23ybQqMgW8/KN/Lp1jL4FDJ2yhvAahS6uO6OB8qhX1jYWqyP29r4WX/cJ53vJqsVXWkTN+ZudPn6yx0aO2T47LAztTOiRpSeb1PQ0QYGfdEyCCB34S7nRDjxzQpu9zWXeFTG59VQ9l9jnrTHi6bnEVcdWYO26UOGTCPjjaNvODR5yIfVD5WjsmbUTLm+Eb8ZFP8KQaArLoCw+Xtc5hovY8inhbOp4ZQb1D3rDqcc9A1vGxa4vYycqkgNVY40jlDmZOWkcrOs0WyImlHYeBIBzGAaxbn1tgZNHaM9AVyv37UOGDDgM2Rk5Gt51Uo1nM86HLTRlf5p1M2mjMfvRt4yZiPOMrpqVFFRo9FQiSoaUUOz0RRrUuD8MRxDzvFubHghluoFssi7xw+sd7cbuSJ3hZ2DO21fvV2tWDNeHQ+byGMUBWuM2idh77MyPut2NYNWU6lX1Bq1YPuJys9iStj43+KZI8/gtCCWWV1yhUtVpcDia/zEVfQ1+zy49UHXXXqd8myZOquiVSmBDSDybYEYE0KMHPWo94WAZyZuRam6J4HQX+bmfUYIhLoeFi9dALdYr4S19Nf7FWeL9ry7x4GJAybKE2qNWmrDzXjZlxgUWCLE+bu9Y9KP7RdO+UNh0yN4H+/g95KY79/4k3DyM9KQuCtYOgess0EGdcqZsj0n9qjVak6WT5qsT6rX66kNFwVlZaOUwOooe9Wv3axk1hNzKykLgjgyN9tv8CtB9aekWrCCAnjLuEvCUhq5htdnX5dv5FUaFdV6VbPWDBtJYvoTyDgl1baE37P2+a0Br7nMXbhD2ZAJY9iLvwsUOBW3M2HW7prA0gXwgbqcY47aZjOzZs1Gs0Hta1ICGxGUN2y2deFJmltCZErVlOfwO608EcRYkrJEKwd0DUsVQFj8CT901nP6BLfXlCh2OKcTeHHunZ/7KIEtFEbZ/CAnivtX49/KLe8sjAOiBZ9LQjvJUJ9hE7bqd9IXNOPlTQkqfxR/nev7omDHpzEpsEJF6icSAdSkeWBREFjymWy+KUmjWRW3QryHJKtdshDaSYcLQqy/wXb36/fTufxsCu/O9fuloNanBdG05vTnwvlONkSf99psi8flPaCmasxT/uFpp5XMF9ai0Y4AQj4f3NqAgg222qHuGmflzBhTt0+w2zNSEkvC4XZUtZC9L3tlNBgdchkujUd8G9PGveQ25XlzLFoI7ZhAq/o2NFRMOeqMN5XtFzksqPukNHIrCvbcaGO+LArNrzb/kNma2TJ0w5B6vq6SqYRo86g1+pWcdFAwpaS0sujB20FCXDNS6x9b0MalJ98Jewf1L9tuM3dvvNtVzatSH5FBzf3mR5uL3le76TApUyfCaJ14IdN36rdzqjRLTU8dfCp1tWM4jlEFbabKnQiA+Zurmi+A7qLpiMOGkkzSCPYLPMBL7Q7bqQAWYrkuMSKHfcelXnVcsPR3JZuvY5f5pfNFYyWKou0g44SirD+qut6IQcdQ9wIewylpuFwWRLTIgbuDc1VpunmJkdj4eiHJTggvCZkXutpFE243TCBUgW+xVkPBnrkFJATZjdg9Idrke0m69iTXaCtX6FQDcj6n35c9b9ZXYiv8j92+aWQue+vWRca5Su+JlrXmGR8bB4Ty2L0eN+CBTbdsUtpQ4pgt+lztuFekgUk3LjKaQiCVlFsq0ppxPX6+5Dk6vxe4yPdczq3rb00DkylfF+x0teXxNPUFrW2u6WRxgfjOOuyYa3dN7gqVnP04YUYalbVeeX/i0GkkyLBHjdkF3sNhZPxMmzb5caMTDsgga9iEVV41JeOUI2qeFtkrdUslwU4vZJ/ZeD2tLrUrF6DnQ6deoNU/J/eBpLWh1lLW+ZC784E7C6/lX9sx/d70m/41L4HqagnsIxN3+H6rf64Km259vhi/nEV24KaB54fGh+7YV95HwRZVWWn9YNnMqBuRYKKy58sGL/R+v52Oi2xwCG+5zum5MnhpEWO0jW7kAq21vcRHL+VPDBnkrPZnE/ImPO6DONJP/fyyccFK/0uM5LotLbPlpCaUtGXTgG4HKe2g9e9wpDFDx0HOYvBJ0ABSHklatKD10EMPPfTQQw899NBDDz300EMX8T8ALSZ+GofbfAAAAABJRU5ErkJggg==) 31 31, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur207007 1.25s linear infinite forwards;
}
